摘要
本文给出了用类特征线法计算的高压室含灰的无限长激波管非平衡流动解。以膜压比p41=5.0、高压室含灰的体积分数α4=0.01为例,详细分析了非平衡流场,并同冻结流解和平衡流解作了详细的对比分析,清楚地显示了含灰气体激波管非平衡流动从冻结流向平衡流过渡的各种细节,说明了基于冻结声速的非平衡流类特征线法计算何以能得到无限趋近于平衡流解的原因。本文的结果表明,类特征线方法可以提供非常精细的气-固二相流非平衡流场结构。
The nonequilibrium flow field in an infinitely long shocktube with dust in the high pressure section has been computed by aqnasi-characteristic method in this paper.As an exmaple,the solutionwith pressure ratio p_41 =5 and particle volume fraction in the high pres-sure section α_4=0.01 has been presented here. The nonequilibrium solutionhas been analyzed comprehensively and compared with the frozen solutionand the equilibrium solution. By this way,the details of the transitionfrom frozen to equilibrium of a nonequilibrium flow in a dust-gas shocktube have been clearly shown,and the reason that a nonequilibrium flowcalculation using the characteristic method based on frozen sound speedcan obtain a solution infinitely approching the equilibrium solution is ex-plained.The result shows that the quasi-characteristic method can give avery fine structure of the gas-particle flow field.
出处
《空气动力学学报》
CSCD
北大核心
1995年第3期239-247,共9页
Acta Aerodynamica Sinica
关键词
类特征线法
气固二相流
激波管流动
quasi-characteristic method, gas-particle flow, shocktube flow,sound speed.